interep

interep implements penalized generalized estimating equations and structured-sparsity methods to perform interaction analysis of high-dimensional main and interaction effects in repeated measurement data for gene-environment (G × E) interaction studies.


Key Features:

  • R package: Implements the described methods as an R package for statistical analysis.
  • High-dimensional interaction analysis: Identifies main and interaction effects in settings with many predictors.
  • Repeated measurement data handling: Uses a GEE framework to accommodate correlated outcomes from repeated measurements.
  • Structured sparsity imposition: Applies structured sparsity assumptions to select relevant main and interaction effects.
  • Penalized Generalized Estimating Equations (GEE): Implements penalized GEE methods that combine individual- and group-level penalties for variable selection.
  • Alternative individual-level selection methods: Provides alternative approaches that select effects at the individual level without enforcing group-level interaction structures.

Scientific Applications:

  • Gene-environment (G × E) interaction studies: Enables detection and estimation of G × E interactions in genetic epidemiology using repeated-measure study designs.
  • High-dimensional repeated-measure analysis in bioinformatics: Supports analysis of high-dimensional longitudinal or repeated-measure datasets to identify main and interaction effects relevant to disease mechanisms.

Methodology:

The methodology is based on the penalized GEE approach proposed by Zhou et al. (2019), employing a mixture of individual- and group-level penalties to enforce structured sparsity for selection of main and interaction effects in high-dimensional repeated-measure datasets.

Topics

Details

License:
GPL-2.0
Cost:
Free of charge
Tool Type:
library
Operating Systems:
Mac, Linux, Windows
Programming Languages:
R
Added:
6/27/2022
Last Updated:
11/24/2024

Operations

Publications

Zhou F, Ren J, Liu Y, Li X, Wang W, Wu C. Interep: An R Package for High-Dimensional Interaction Analysis of the Repeated Measurement Data. Genes. 2022;13(3):544. doi:10.3390/genes13030544. PMID:35328097. PMCID:PMC8950762.